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<center><b>
 [ <a href="module-tree.html">Module Hierarchy</a>
 | <a href="class-tree.html">Class Hierarchy</a> ]
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<h1 class="epydoc">Class Hierarchy</h1>
<ul class="nomargin-top">
    <li> <strong class="uidlink">logging.Filterer</strong>:
      <em class="summary">A base class for loggers and handlers which allows them to share 
        common code.</em>
    <ul>
    <li> <strong class="uidlink">logging.Handler</strong>:
      <em class="summary">Handler instances dispatch logging events to specific destinations.</em>
    <ul>
    <li> <strong class="uidlink"><a href="pod.util.NullHandler-class.html">pod.util.NullHandler</a></strong>:
      <em class="summary">Null logging in order to avoid warning messages in client 
        applications.</em>
    </li>
    </ul>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink">object</strong>:
      <em class="summary">The most base type</em>
    <ul>
    <li> <strong class="uidlink">pod.IterativeDecomposition</strong>:
      <em class="summary">Decomposition interface definition.</em>
    <ul>
    <li> <strong class="uidlink">pod.BaseDecomposition</strong>:
      <em class="summary">Decomposition on a set of reference points.</em>
    <ul>
    <li> <strong class="uidlink"><a href="pod.DecompositionBasic-class.html">pod.DecompositionBasic</a></strong>
    </li>
    </ul>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink"><a href="pod.vecspace.LinearVariety-class.html">pod.vecspace.LinearVariety</a></strong>:
      <em class="summary">A linear variety (or linear manifold or affine subspace) of a 
        vector space V is a subset closed under affine combinations of 
        vectors in the space.</em>
    <ul>
    <li> <strong class="uidlink"><a href="pod.vecspace.HyperPlane-class.html">pod.vecspace.HyperPlane</a></strong>:
      <em class="summary">Linear variety of dimension (n-1).</em>
    </li>
    <li> <strong class="uidlink"><a href="pod.vecspace.StraightLine-class.html">pod.vecspace.StraightLine</a></strong>:
      <em class="summary">Linear variety of dimension 1.</em>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink"><a href="pod.linalg.Matrix-class.html">pod.linalg.Matrix</a></strong>
    <ul>
    <li> <strong class="uidlink"><a href="pod.linalg.VectorMatrix-class.html">pod.linalg.VectorMatrix</a></strong>:
      <em class="summary">Makes a vector compatible with Matrix operations.</em>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink"><a href="pod.vecspace.Projection-class.html">pod.vecspace.Projection</a></strong>:
      <em class="summary">Simple container gathering details about projection.</em>
    </li>
    <li> <strong class="uidlink"><a href="pod.linalg.Vector-class.html">pod.linalg.Vector</a></strong>
    <ul>
    <li> <strong class="uidlink"><a href="pod.linalg.Point-class.html">pod.linalg.Point</a></strong>:
      <em class="summary">Equivalent to a Vector</em>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink"><a href="pod.vecspace.VectorSpace-class.html">pod.vecspace.VectorSpace</a></strong>:
      <em class="summary">Essentially a factory for geometrical objects.</em>
    <ul>
    <li> <strong class="uidlink"><a href="pod.vecspace.VectorSpace3D-class.html">pod.vecspace.VectorSpace3D</a></strong>:
      <em class="summary">Specific Vector space in 3D.</em>
    </li>
    </ul>
    </li>
    <li> <strong class="uidlink"><a href="pod.vecspace.VectorSubspace-class.html">pod.vecspace.VectorSubspace</a></strong>:
      <em class="summary">Defines a set on which we can project a point.</em>
    </li>
    </ul>
    </li>
</ul>
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